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The formalism developed in the previous paper [Kato, Acta Cryst. (1976), A32, 453-457] is applied to real crystals. If the correlation length of the lattice phase factor is sufficiently smaller than the extinction distance, the ensemble averages of the intensity fields, <Io> and <Ig>, satisfy a set of energy-transfer equations. Their form is essentially the same as that used in the conventional theory of secondary extinction. However, the physical meanings of the coupling constants connecting <Io> and <Ig> are different, so that a modification to the theory of secondary extinction is suggested. The conventional model of mosaic blocks is merely a special case and the theoretical framework is free from the model of distorted crystals.
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